Pages that link to "Item:Q1216407"
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The following pages link to Finite lattices and Jordan-Hölder sets (Q1216407):
Displaying 27 items.
- On the free Lie algebra with multiple brackets (Q288995) (← links)
- A new subgroup lattice characterization of finite solvable groups. (Q427781) (← links)
- A broad class of shellable lattices (Q529232) (← links)
- Oriented interval greedoids (Q664550) (← links)
- Cohen-Macaulay ordered sets (Q1147726) (← links)
- On the number of faces of simplicial complexes and the purity of Frobenius (Q1158214) (← links)
- Bruhat order of Coxeter groups and shellability (Q1161766) (← links)
- Some aspects of groups acting on finite posets (Q1170270) (← links)
- Log-concavity and combinatorial properties of Fibonacci lattices (Q1180792) (← links)
- Planar lattices are lexicographically shellable (Q1198483) (← links)
- A note on linear extensions of irreducible elements in a finite lattice (Q1237790) (← links)
- Whitney numbers of some geometric lattices (Q1317449) (← links)
- The c--2d-index of oriented matroids (Q1369733) (← links)
- Minimal paths between maximal chains in finite rank semimodular lattices (Q1383820) (← links)
- Semimodular lattices and semibuildings (Q1383821) (← links)
- A flag Whitney number formula for matroid Kazhdan-Lusztig polynomials (Q1700786) (← links)
- The Whitney duals of a graded poset (Q2005179) (← links)
- Antichain cutsets of strongly connected posets (Q2376903) (← links)
- A lexicographic shellability characterization of geometric lattices (Q2434880) (← links)
- On the (co)homology of the poset of weighted partitions (Q2796077) (← links)
- Canonical ideals of Cohen-Macaulay partially ordered sets (Q3030915) (← links)
- Character generators for unitary and symplectic groups (Q3667099) (← links)
- Balanced Cohen-Macaulay Complexes (Q4198769) (← links)
- Shellable nonpure complexes and posets. II (Q4372583) (← links)
- A modular characterization of supersolvable lattices (Q5164029) (← links)
- Cohomology of a real toric variety and shellability of posets arising from a graph (Q6180588) (← links)
- Two flags in a semimodular lattice generate an antimatroid (Q6615244) (← links)
